Nettbokhandelen for kjøp og salg av bøker.

Kom i gang

Lær å selge
Lær å kjøpe brukt
Kjøp pensumbøker
Logg inn eller registrer deg
Kjøp et gavekort
For forfattere

Kundeservice

Hjelp
Spor ordre
Brukervilkår
Personvernregler
Informasjonskapsler

Bookis

Om oss
Jobb hos oss!
Gi tilbakemelding
Sjangere

Kontakt oss

Rask levering med

Trygg betaling med

Visa
Mastercard
Vipps
Klarna

© 2026 Bookis AS

Norsk

Norge

Region er basert på IP-adresse

  1. Hjem
  5. Mengdelære
  1. Hjem
  3. Sjangere
  7. Mengdelære
Understanding Mathematical Proof

Pocket • 2014 • 1. utgave

Understanding Mathematical Proof

Av John Taylor, Rowan Garnier

0 vurderinger • 0.0 av 5

‌
‌
‌
‌
‌
‌
‌
‌
‌
‌
‌
‌
‌
‌
‌
‌
‌

Om boken

The notion of proof is central to mathematics yet it is one of the most difficult aspects of the subject to teach and master. In particular, undergraduate mathematics students often experience difficulties in understanding and constructing proofs.Understanding Mathematical Proof describes the nature of mathematical proof, explores the various techniques that mathematicians adopt to prove their results, and offers advice and strategies for constructing proofs. It will improve students' ability to...Vis mer

Mengdelære

Om boken

ISBN

9781466514904

Forlag

Taylor & Francis Inc

Publiseringsår

2014

Språk

Utgave

1

Originaltittel

Understanding Mathematical Proof

Format

Pocket

Frakt og retur

Frakt

Brukte bøker sendes av selgeren. Forventet leveringstid etter pakken er sendt er 2-4 dager.

Returer

Kontakt selgeren etter levering.

Andre utgaver

Understanding Mathematical Proof

Understanding Mathematical Proof

Innbundet · 2018

Omtaler · 0

0 vurderinger • 0.0 av 5

Du vil kanskje også like

Logical Methods The Art of Thinking Abstractly and Mathematically

Logical Methods The Art of Thinking Abstractly and Mathematically

Roger Antonsen

Advances in Mathematics Education Research on Proof and Proving

Advances in Mathematics Education Research on Proof and Proving

The Maths Book Big Ideas Simply Explained

The Maths Book Big Ideas Simply Explained

Matt Parker

Elementary and Middle school Mathematics

Elementary and Middle school Mathematics

John A. Van de Walle

We Reason & We Prove for ALL Mathematics

We Reason & We Prove for ALL Mathematics

Fran Arbaugh

Reasoning and Sense Making in the Mathematics Classroom

Reasoning and Sense Making in the Mathematics Classroom

Michael T. Battista

An Introduction to Mathematical Cognition

An Introduction to Mathematical Cognition

Camilla Gilmore

Mathematical Argumentation in Middle School-The What, Why, and How

Mathematical Argumentation in Middle School-The What, Why, and How

Jennifer Knudsen

Mathematics for the Million

Mathematics for the Million

Lancelot Hogben

The Tools of Mathematical Reasoning

The Tools of Mathematical Reasoning

Tamara J. Lakins

Proving in the Elementary Mathematics Classroom

Proving in the Elementary Mathematics Classroom

University of Cambridge) Stylianides Andreas J. (Reader in Mathematics Education Reader in Mathematics Education

The magic of math

The magic of math

Benjamin, Arthur

Mathematics and Art

Mathematics and Art

Lynn Gamwell

Mathematical Proofs: A Transition to Advanced Mathematichs

Mathematical Proofs: A Transition to Advanced Mathematichs

Chartrand Polimeni zhanh

How Not To Be Wrong

How Not To Be Wrong

Jordan Ellenberg

How to Solve It: A New Aspect of Mathematical Method

How to Solve It: A New Aspect of Mathematical Method

G. Polya

50 mathematical ideas you really need to know

50 mathematical ideas you really need to know

Proof and Proving in Mathematics Education

Proof and Proving in Mathematics Education

Gila Hanna

The Mathematics of Life

The Mathematics of Life

Ian Stewart

Proof in Mathematics Education Research, Learning and Teaching

Proof in Mathematics Education Research, Learning and Teaching

David A. Reid

Teaching and Learning Proof Across the Grades A K-16 Perspective

Teaching and Learning Proof Across the Grades A K-16 Perspective

Despina A. Stylianou

Introduction to Reasoning and Proof Grades 6-8

Introduction to Reasoning and Proof Grades 6-8

Denisse Rubilee Thompson

The Principles of Mathematics

The Principles of Mathematics

Russell Bertrand

Discrete Mathematics

Discrete Mathematics

Martin Aigner

Number The Language of Science

Number The Language of Science

Tobias Dantzig

Chapter Zero

Chapter Zero

Carol Schumacher

Mathematical fallacies and paradoxes

Mathematical fallacies and paradoxes

Bryan Bunch

Introductory Mathematics for the Life Sciences

Introductory Mathematics for the Life Sciences

David Phoenix

From Here to Infinity

From Here to Infinity

Ian Stewart

A cascade of numbers

A cascade of numbers

R P Burn

You are a Mathematician

You are a Mathematician

David G. Wells

Concepts of Modern Mathematics

Concepts of Modern Mathematics

Ian Stewart

On the Shoulders of Giants

On the Shoulders of Giants

Lines M E

Combinatorics Topics, Techniques, Algorithms

Combinatorics Topics, Techniques, Algorithms

Peter Jephson Cameron

Journey Through Genius

Journey Through Genius

William Dunham

Formal Logic

Formal Logic

Jeffrey, Richard C.

How to solve it

How to solve it

George Polya

Thinking Mathematically

Thinking Mathematically

John Mason

The history of the calculus and its conceptual development

The history of the calculus and its conceptual development

Boyer, Carl B.